A368130 A variant of A367894 with application of the distance minimization to the second of two symmetrized versions of the strip bijection between two square lattices as described in A368126.

1, 8, 12, 24, 156, 72, 216, 1836, 624, 168, 1752, 264, 16380, 4824, 1560, 13080, 2232, 128844, 35040, 12456, 92952, 17064, 945756, 244584

Offset: 1

Author

Hugo Pfoertner, Dec 30 2023

Keywords

• nonn
• more

Links

• Hugo Pfoertner, Examples of points at minimum radius.
• Hugo Pfoertner, Illustration of the orbits corresponding to the terms a(2)-a(17), (2023).
• Hugo Pfoertner, Illustration of the orbit with L=128844 corresponding to a(18), (2023).
• Hugo Pfoertner, Illustration of the orbit with L=35040 corresponding to a(19), (2024).
• Hugo Pfoertner, Illustration of the orbit with L=12456 corresponding to a(20), (2024).
• Hugo Pfoertner, Illustration of the orbit with L=92952 corresponding to a(21), (2024).
• Hugo Pfoertner, Illustration of the orbit with L=17064 corresponding to a(22), (2024).
• Hugo Pfoertner, Illustration of the orbit with L=945756 corresponding to a(23), showing only every 11th visited point, (2024).
• Hugo Pfoertner, Illustration of the orbit with L=244584 corresponding to a(24), showing only every 11th visited point, (2024).

Crossrefs

Cf. A307110, A367150, A367894, A368126, A368129.

A permutation of A368129.

A368125 is the analog for the first symmetrized version of the strip bijection.